Lots-of-LoRAs/task1422_mathqa_physics huggingface dataset:
Input: Problem: the sum of all consecutive odd integers from − 27 to 37 , inclusive , is 
Options: a ) 110 , b ) 135 , c ) 150 , d ) 165 , e ) 235
Output: d
Input: Problem: 5 men or 8 women do equal amount of work in a day . a job requires 3 men and 5 women to finish the job in 10 days how many woman are required to finish the job in 14 days . 
Options: a ) 10 , b ) 7 , c ) 6 , d ) 12 , e ) 13
Output: b
Input: Problem: two trains 150 m and 160 m long run at the speed of 60 km / hr and 40 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ? 
Options: a ) 10.16 sec , b ) 18.8 sec , c ) 14.8 sec , d ) 10.8 sec , e ) 11.16 sec
Output: e
Input: Problem: a 150 m long train crosses a platform in 39 sec while it crosses a signal pole in 18 sec . what is the length of the platform ? 
Options: a ) 300 , b ) 175 , c ) 360 , d ) 370 , e ) 380
Output: b
Input: Problem: the ratio between the speeds of two trains is 7 : 8 . if the second train runs 400 km in 4 hours , what is the the speed of the first train ? 
Options: a ) 87.0 , b ) 87.5 , c ) 87.2 , d ) 87.1 , e ) 87.4
Output: b
Input: Problem: a certain car uses 12 gallons of gasoline in traveling 120 miles . in order for the car to travel the same distance using 10 gallons of gasoline , by how many miles per gallon must the car ’ s gas mileage be increased ? 
Options: a ) 2 , b ) 4 , c ) 6 , d ) 8 , e ) 10
Output: a
Input: Problem: a trader sells 85 meters of cloth for rs . 8925 at the profit of rs . 5 per metre of cloth . what is the cost price of one metre of cloth ? 
Options: a ) 21 , b ) 28 , c ) 90 , d ) 100 , e ) 11
Output: d
Input: Problem: suppose you work for a manufacturing plant that pays you $ 12.50 an hour plus $ 0.16 for each widget you make . how many widgets must you produce in a 40 hour week to earn $ 620 ( before payroll deductions ) ? 
Options: a ) 670 , b ) 710 , c ) 750 , d ) 790 , e ) 830
Output: c
Input: Problem: 45 workers work 8 hours to dig a hole 30 meters deep . how many extra workers should be hired to dig another hole 45 meters deep by working for 6 hours ? 
Options: a ) 25 , b ) 35 , c ) 45 , d ) 55 , e ) 65
Output: c
Input: Problem: noelle walks from point a to point b at an average speed of 3 kilometers per hour . at what speed , in kilometers per hour , must noelle walk from point b to point a so that her average speed for the entire trip is 4 kilometers per hour ? 
Options: a ) 5.75 , b ) 6 , c ) 7.25 , d ) 7.5 , e ) 7.75
Output: b
Input: Problem: after doing 3 / 5 of the biology homework on monday night , sanjay did 1 / 3 of the remaining homework on tuesday night . what fraction of the original homework would sanjay have to do on wednesday night to complete the biology assignment ? 
Options: a ) 1 / 15 , b ) 2 / 15 , c ) 4 / 15 , d ) 2 / 5 , e ) none of these
Output: c
Input: Problem: in what time will two trains cross each other completely , which are running on the same parallel lines in opposite directions , each train running with a speed of 90 kmph being 160 m and 140 m in length respectively ? 
Options: a ) 5.6 sec , b ) 6.2 sec , c ) 6.0 sec , d ) 7.2 sec , e ) 6.8 sec
Output: c
Input: Problem: a company has a hierarchical system where for every 10 workers , there is one team lead , and for every 3 teams leads , there is one supervisor . if the company has 13 supervisors , how many workers does it have ? 
Options: a ) 140 , b ) 321 , c ) 390 , d ) 500 , e ) 130
Output: c
Input: Problem: two trains of equal length are running on parallel lines in the same direction at 46 km / hr and 36 km / hr . the faster train catches and completely passes the slower train in 18 seconds . what is the length of each train ( in meters ) ? 
Options: a ) 20 , b ) 25 , c ) 35 , d ) 50 , e ) 65
Output: b
Input: Problem: a garrison of 2000 men has provisions for 65 days . at the end of 15 days , a reinforcement arrives , and it is now found that the provisions will last only for 20 days more . what is the reinforcement ? 
Options: a ) 1977 , b ) 1893 , c ) 1979 , d ) 3000 , e ) 1278
Output: d
Input: Problem: the number of students in each section of a school is 24 . after admitting new students , 3 new sections were started . now , the total number of sections is 16 and there are 21 students in each section . the number of new students admitted is : 
Options: a ) 12 , b ) 42 , c ) 24 , d ) 28 , e ) 26
Output: c
Input: Problem: sides of a rectangular park are in the ratio 3 : 2 and its area is 7350 sq m , the cost of fencing it at 50 ps per meter is ? 
Options: a ) 287 , b ) 1287 , c ) 125 , d ) 988 , e ) 175
Output: e
Input: Problem: b completes a work in 3 days . a alone can do it in 10 days . if both work together , the work can be completed in how many days ? 
Options: a ) 2.31 days , b ) 4.31 days , c ) 5.31 days , d ) 6.31 days , e ) 7.31 days
Output: a
Input: Problem: if teena is driving at 55 miles per hour and is currently 7.5 miles behind joe , who is driving at 40 miles per hour in the same direction then in how many minutes will teena be 37.5 miles ahead of joe ? 
Options: a ) 15 , b ) 60 , c ) 180 , d ) 90 , e ) 105
Output: c
Input: Problem: a train 360 m long can cross an electric pole in 30 sec and then find the speed of the train ? 
Options: a ) 88 kmph , b ) 43 kmph , c ) 72 kmph , d ) 16 kmph , e ) 18 kmph
Output: b
Input: Problem: machine a can process 6000 envelopes in 3 hours . machines b and c working together but independently can process the same number of envelopes in 2.5 hours . if machines a and c working together but independently process 3000 envelopes in 1 hour , then how many hours would it take machine b to process 12000 envelopes . 
Options: a ) 2 , b ) 3 , c ) 4 , d ) 6 , e ) 60 / 7
Output: e
Input: Problem: a and b can do a piece of work in 6 days . with the help of c they finish the work in 3 days . c alone can do that piece of work in ? 
Options: a ) 40 days , b ) 16 days , c ) 6 days , d ) 5 days , e ) 40 days
Output: c
Input: Problem: if dev works alone he will take 20 more hours to complete a task than if he worked with tina to complete the task . if tina works alone , she will take 5 more hours to complete the complete the task , then if she worked with dev to complete the task ? what is the ratio of the time taken by dev to that taken by tina if each of them worked alone to complete the task ? 
Options: a ) 4 : 1 , b ) 2 : 1 , c ) 10 : 1 , d ) 3 : 1 , e ) 1 : 2
Output: b
Input: Problem: if a truck is traveling at a constant rate of 54 kilometers per hour , how many seconds will it take the truck to travel a distance of 600 meters ? ( 1 kilometer = 1000 meters ) 
Options: a ) 18 , b ) 24 , c ) 30 , d ) 36 , e ) 40
Output: e
Input: Problem: a children ' s gift store sells gift certificates in denominations of $ 3 and $ 5 . the store sold ' m ' $ 3 certificates and ' n ' $ 5 certificates worth $ 93 on a saturday afternoon . if ' m ' and ' n ' are natural numbers , how many different values can ' m ' take ? 
Options: a ) 5 , b ) 7 , c ) 6 , d ) 31 , e ) 18
Output: c
Input: Problem: the pilot of a small aircraft with a 60 - gallon fuel tank wants to fly to cleveland , which is 480 miles away . the pilot recognizes that the current engine , which can fly only 10 miles per gallon , will not get him there . by how many miles per gallon must the aircraft ’ s fuel efficiency be improved to make the flight to cleveland possible ? 
Options: a ) 5 , b ) 12 , c ) 2 , d ) 4 , e ) 6
Output: c
Input: Problem: the speed of a train is 60 kmph . what is the distance covered by it in 20 minutes ? 
Options: a ) 21 kmph , b ) 22 kmph , c ) 20 kmph , d ) 23 kmph , e ) 24 kmph
Output: c
Input: Problem: two men a and b start from place x walking at 4 ½ kmph and 5 ¾ kmph respectively . how many km apart they are at the end of 5 ½ hours if they are walking in the same direction ? 
Options: a ) 7 km , b ) 6 km , c ) 6 7 / 8 km , d ) 9 km , e ) 5 km
Output: c
Input: Problem: two trains travel in opposite directions at 36 kmph and 45 kmph and a man sitting in slower train passes the faster train in 6 seconds . the length of the faster train is 
Options: a ) 80 m , b ) 100 m , c ) 120 m , d ) 135 m , e ) none
Output: d
Input: Problem: the population of a bacteria colony doubles every day . if it was started 9 days ago with 2 bacteria and each bacteria lives for 12 days , how large is the colony today ? 
Options: a ) 512 , b ) 768 , c ) 1024 , d ) 2048 , e ) 4096
Output: c
Input: Problem: a honey bee flies for 10 seconds , from a daisy to a rose . it immediately continues to a poppy , flying for 6 additional seconds . the distance the bee passed , flying from the daisy to the rose is 8 meters longer than the distance it passed flying from the rose to the poppy . the bee flies to the poppy at 3 meters per second faster than her speed flying to the rose . the bee flies how many meters per second from the daisy to the rose ? 
Options: a ) 2.6 , b ) 5.6 , c ) 6.3 , d ) 8 , e ) 10
Output: a
Input: Problem: a can run 4.5 km distance in 1 min 30 seconds , while b can run this distance in 3 min . by how much distance can a beat b ? 
Options: a ) 2250 m , b ) 1000 m , c ) 1250 m , d ) 1800 m , e ) 2000 m
Output: a
Input: Problem: 22 buckets of water fill a tank when the capacity of each bucket is 13.5 litres . how many buckets will be required to fill the same tank if the capacity of each bucket is 9 litres ? 
Options: a ) 33 , b ) 32 , c ) 60 , d ) data inadequate , e ) none of these
Output: a
Input: Problem: what decimal fraction is 90 ml of a litre ? 
Options: a ) . 9 , b ) . 009 , c ) . 09 , d ) 0.09 , e ) none of these
Output: c
Input: Problem: a worker ' s daily wage is increased by 40 % and the new wage is $ 35 per day . what was the worker ' s daily wage before the increase ? 
Options: a ) $ 20 , b ) $ 21 , c ) $ 24 , d ) $ 25 , e ) $ 28
Output: d
Input: Problem: how long does a train 110 m long running at the speed of 72 km / hr takes to cross a bridge 112 m length ? 
Options: a ) 82.1 sec , b ) 12.1 sec , c ) 16.1 sec , d ) 11.1 sec , e ) 12.15 sec
Output: d
Input: Problem: a cube of side one meter length is cut into small cubes of side 20 cm each . how many such small cubes can be obtained ? 
Options: a ) 2878 , b ) 2778 , c ) 1000 , d ) 120 , e ) 125
Output: e
Input: Problem: machine a and machine b process the same work at different rates . machine c processes work as fast as machines a and b combined . machine d processes work 3 times as fast as machine c ; machine d ’ s work rate is also exactly 4 times machine b ’ s rate . assume all 4 machines work at fixed unchanging rates . if machine a works alone on a job , it takes 7 hours . if all 4 machines work together on the same job simultaneously , how many minutes will it take all of them to complete it ? 
Options: a ) 8 , b ) 21 , c ) 24 , d ) 27 , e ) 30
Output: b
Input: Problem: speed of a boat in standing water is 16 kmph and the speed of the stream is 2 kmph . a man rows to a place at a distance of 7200 km and comes back to the starting point . the total time taken by him is : 
Options: a ) 914.2 hours , b ) 900 hours , c ) 915 hours , d ) 905 hours , e ) 915 hours
Output: a
Input: Problem: a is four times as fast as b . if b alone can do a piece of work in 60 days , in what time can a and b together complete the work ? 
Options: a ) 10 , b ) 12 , c ) 22 , d ) 28 , e ) 20
Output: b
Input: Problem: find the area of trapezium whose parallel sides are 20 cm and 18 cm long , and the distance between them is 12 cm . 
Options: a ) 335 cm 2 , b ) 228 cm 2 , c ) 285 cm 2 , d ) 825 cm 2 , e ) 725 cm 2
Output: b
Input: Problem: length of a rectangular plot is 24 mtr more than its breadth . if the cost of fencin gthe plot at 26.50 per meter is rs . 5300 , what is the length of the plot in mtr ? 
Options: a ) 52 m , b ) 62 m , c ) 72 m , d ) 82 m , e ) 92 m
Output: b
Input: Problem: two goods trains each 625 m long are running in opposite directions on parallel tracks . their speeds are 45 km / hr and 30 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ? 
Options: a ) 40 , b ) 45 , c ) 48 , d ) 60 , e ) 44
Output: d
Input: Problem: two trains running in opposite directions cross a man standing on the platform in 27 seconds and 17 seconds respectively . if they cross each other in 22 seconds , what is the ratio of their speeds ? 
Options: a ) 1 : 1 , b ) 3 : 1 , c ) 2 : 3 , d ) 3 : 2 , e ) 3 : 4
Output: a
Input: Problem: the current of a stream runs at the rate of 4 kmph . a boat goes 10 km and back to the starting point in 2 hours , then find the speed of the boat in still water ? 
Options: a ) a ) 7 , b ) b ) 2 , c ) c ) 8.9 , d ) d ) 11.4 , e ) e ) 3
Output: d
Input: Problem: if a fills a tank in 30 mins , and b fills the same tank in 20 mins , and c emptys it in 40 min , if a , b , c works together how much time will the tank take to fill ? 
Options: a ) 15.14 mins , b ) 16.14 mins , c ) 17.14 mins , d ) 18.14 mins , e ) 19.14 mins
Output: c
Input: Problem: a train speeds past a pole in 15 seconds and speeds past a platform 100 meters long in 25 seconds . its length in meters is : 
Options: a ) 60 m , b ) 70 m , c ) 100 m , d ) 120 m , e ) 150 m
Output: e
Input: Problem: if 6 spiders make 3 webs in 7 days , then how many days are needed for 1 spider to make 1 web ? 
Options: a ) 10 , b ) 12 , c ) 14 , d ) 15 , e ) 16
Output: c
Input: Problem: one computer can upload 100 megabytes worth of data in 3 seconds . two computers , including this one , working together , can upload 1300 megabytes worth of data in 30 seconds . how long would it take for the second computer , working on its own , to upload 100 megabytes of data ? 
Options: a ) 6 , b ) 10 , c ) 9 , d ) 11 , e ) 13
Output: b
Input: Problem: a man can row downstream at 16 kmph and upstream at 12 kmph . find the speed of the man in still water . 
Options: a ) 14 , b ) 13 , c ) 12 , d ) 16 , e ) 15
Output: a
Input: Problem: two men a and b start from place x walking at 4 ½ kmph and 5 ¾ kmph respectively . how many km apart they are at the end of 6 ½ hours if they are walking in the same direction ? 
Options: a ) 7 km , b ) 6 km , c ) 8 1 / 8 km , d ) 9 km , e ) 5 km
Output: c
Input: Problem: a train passes a station platform in 36 sec and a man standing on the platform in 20 sec . if the speed of the train is 63 km / hr . what is the length of the platform ? 
Options: a ) 240 , b ) 288 , c ) 277 , d ) 226 , e ) 280
Output: e
Input: Problem: an aeroplane covers a certain distance at a speed of 240 kmph in 5 hours . to cover the same distance in 1 hours , it must travel at a speed of : 
Options: a ) 300 kmph , b ) 360 kmph , c ) 600 kmph , d ) 720 kmph , e ) 750 kmph
Output: d
Input: Problem: some persons can do a piece of work in 12 days . two times the number of such persons will do half of that work in 
Options: a ) 9 , b ) 8 , c ) 4 , d ) 3 , e ) 1
Output: d
Input: Problem: how many seconds will a 1200 m long train take to cross a man walking with a speed of 3 km / hr in the direction of the moving train if the speed of the train is 63 km / hr ? 
Options: a ) 26 sec , b ) 65 sec , c ) 55 sec , d ) 19 sec , e ) 72 sec
Output: e
Input: Problem: if the product of two numbers is 51216 and their h . c . f . is 33 , find their l . c . m . 
Options: a ) 600 , b ) 680 , c ) 582 , d ) 560 , e ) none of these
Output: c
Input: Problem: a trader sells 85 meters of cloth for $ 8925 at the profit of $ 15 per metre of cloth . what is the cost price of one metre of cloth ? 
Options: a ) $ 69 , b ) $ 78 , c ) $ 90 , d ) $ 86 , e ) $ 77
Output: c
Input: Problem: the ratio between the length and the breadth of a rectangular park is 2 : 3 if a man cycling along the boundary of the park at the speed of 10 km / hr completes one round in 18 min , then the area of the park ( in sq . m ) is ? 
Options: a ) 3000 m , b ) 9000 m , c ) 540000 m , d ) 10000 m , e ) 54000 m
Output: c
Input: Problem: if the wheel is 21 cm then the number of revolutions to cover a distance of 1056 cm is ? 
Options: a ) 8 , b ) 27 , c ) 10 , d ) 7 , e ) 19
Output: a
Input: Problem: car a runs at the speed of 65 km / hr & reaches its destination in 8 hr . car b runs at the speed of 75 km / h & reaches its destination in 4 h . what is the respective ratio of distances covered by car a & car b ? 
Options: a ) 26 : 15 , b ) 12 : 7 , c ) 13 : 7 , d ) 15 : 6 , e ) 13 : 6
Output: a
Input: Problem: convert 50 miles into yards ? 
Options: a ) 25630 yards , b ) 35200 yards , c ) 88000 yards , d ) 42560 yards , e ) 41520 yards
Output: c
Input: Problem: a certain bacteria colony doubles in size every day for 20 days , at which point it reaches the limit of its habitat and can no longer grow . if two bacteria colonies start growing simultaneously , how many days will it take them to reach the habitat ’ s limit ? 
Options: a ) 6.33 , b ) 7.5 , c ) 10 , d ) 15 , e ) 19
Output: e
Input: Problem: n a race of 1000 m , a can beat by 100 m , in a race of 800 m , b can beat c by 100 m . by how many meters will a beat c in a race of 600 m ? 
Options: a ) 127.6 , b ) 127.5 , c ) 127.0 , d ) 127.2 , e ) 127.3
Output: b
Input: Problem: if the wheel is 14 cm then the number of revolutions to cover a distance of 3520 cm is ? 
Options: a ) 22 , b ) 28 , c ) 17 , d ) 12 , e ) 40
Output: e
Input: Problem: speed of a boat in standing water is 14 kmph and the speed of the stream is 1.2 kmph . a man rows to a place at a distance of 4664 km and comes back to the starting point . the total time taken by him is : 
Options: a ) 784 hours , b ) 794 hours , c ) 780 hours , d ) 684 hours , e ) 884 hours
Output: a
Input: Problem: a factory produces 7500 toys per week . if the workers at this factory work 5 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ? 
Options: a ) 4436 toys , b ) 5487 toys , c ) 6113 toys , d ) 1875 toys , e ) 1375 toys
Output: d
Input: Problem: working alone at their respective constant rates , a can complete a task in ‘ a ’ days and b in ‘ b ’ days . they take turns in doing the task with each working 2 days at a time . if a starts they finish the task in exactly 12 days . if b starts , they take half a day more . how long does it take to complete the task if they both work together ? 
Options: a ) 4 , b ) 4.5 , c ) 6 , d ) 8 , e ) 6.5
Output: c
Input: Problem: in a garden , there are 10 rows and 12 columns of mango trees . the distance between the two trees is 2 metres and a distance of three metres is left from all sides of the boundary of the garden . what is the length of the garden ? 
Options: a ) 22 , b ) 24 , c ) 26 , d ) 28 , e ) 30
Output: d
Input: Problem: nicky and cristina are running a race . since cristina is faster than nicky , she gives him a 30 meter head start . if cristina runs at a pace of 5 meters per second and nicky runs at a pace of only 3 meters per second , how many seconds will nicky have run before cristina catches up to him ? 
Options: a ) 15 seconds , b ) 18 seconds , c ) 25 seconds , d ) 30 seconds , e ) 45 seconds
Output: a
Input: Problem: a man started driving at a constant speed , from the site of a blast , the moment he heard the blast . he heard a second blast after a time of 30 mins and 25 seconds . if the second blast occurred exactly 30 mins after the first , how many meters was he from the site when he heard the second blast ? ( speed of sound = 330 m / s ) 
Options: a ) 8250 , b ) 9350 , c ) 10,450 , d ) 11,550 , e ) 12,650
Output: a
Input: Problem: two cars start from the opposite places of a main road , 150 km apart . first car runs for 25 km and takes a right turn and then runs 15 km . it then turns left and then runs for another 25 km and then takes the direction back to reach the main road . in the mean time , due to minor break down the other car has run only 35 km along the main road . what would be the distance between two cars at this point ? 
Options: a ) 65 , b ) 38 , c ) 20 , d ) 28 , e ) 21
Output: a
Input: Problem: two friends decide to get together ; so they start riding bikes towards each other . they plan to meet halfway . each is riding at 6 mph . they live 36 miles apart . one of them has a pet carrier pigeon and it starts flying the instant the friends start traveling . the pigeon flies back and forth at 15 mph between the 2 friends until the friends meet . how many miles does the pigeon travel ? 
Options: a ) 54 , b ) 66 , c ) 80 , d ) 45 , e ) 96
Output: d
Input: Problem: jim drove 642 miles of a 1200 miles journey . how many more miles does he need to drive to finish his journey ? 
Options: a ) 113 miles , b ) 432 miles , c ) 558 miles , d ) 887 miles , e ) 767 miles
Output: c
Input: Problem: convert the 12 / 43 m / s into kilometers per hour ? 
Options: a ) 3.5 kmph . , b ) 2.5 kmph . , c ) 1 kmph . , d ) 1.5 kmph . , e ) 1.9 kmph .
Output: c
Input: Problem: the speed of a boat in still water in 42 km / hr and the rate of current is 8 km / hr . the distance travelled downstream in 44 minutes is : 
Options: a ) 86.6 km , b ) 46.6 km , c ) 36.6 km , d ) 35.6 km , e ) 26.6 km
Output: c
Input: Problem: if two students starting from same point , walking in the opposite directions with 6 km / hr and 9 km / hr as average speeds respectively . then the distance between them after 4 hours is ? 
Options: a ) 65 km , b ) 55 km , c ) 15 km , d ) 60 km , e ) 75 km
Output: d
Input: Problem: if 15 horses eat 15 bags of gram in 15 days , in how many days will one horse eat one bag of grain ? 
Options: a ) 15 days , b ) 1 / 15 days , c ) 1 day , d ) 30 days , e ) 225 days
Output: a
Input: Problem: the radius of a semi circle is 4.8 cm then its perimeter is ? 
Options: a ) 32.51 , b ) 32.4 , c ) 32.1 , d ) 32.92 , e ) 24.69
Output: e
Input: Problem: a train requires 5 seconds to pass a pole while it requires 25 seconds to cross a stationary train which is 360 mtrs long . find the speed of the train . 
Options: a ) 66.8 kmph , b ) 65.8 kmph , c ) 54.8 kmph , d ) 64.8 kmph , e ) 44.8 kmph
Output: d
Input: Problem: bruce and anne can clean their house in 4 hours working together at their respective constant rates . if anne ’ s speed were doubled , they could clean their house in 3 hours working at their respective rates . how many s hours does it currently take anne to clean the house on her own ? 
Options: a ) 6 , b ) 7 , c ) 8 , d ) 12 , e ) 14
Output: d
Input: Problem: two trains start from p and q respectively and travel towards each other at a speed of 50 km / hr and 40 km / hr respectively . by the time they meet , the first train has travelled 1 ookm more than the second . the distance between p and q is 
Options: a ) 500 km , b ) 600 km , c ) 700 km , d ) 900 km , e ) 400 km
Output: d
Input: Problem: pipe a can fill a tank in 10 hours . due to a leak at the bottom , it takes 15 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ? 
Options: a ) 76 , b ) 84 , c ) 56 , d ) 75 , e ) 30
Output: e
Input: Problem: one robot builds a robot in 1 hour , another one builds a robot in 2 hours . the 2 robots work together and when a new robot is complete , it joins the others , working at a constant rate of one robot in 2 hours . how much time will it take until there are 8 robots altogether , if the robots build only one robot at a time ? 
Options: a ) 70 min , b ) 94 min , c ) 110 min , d ) 131 1 / 7 min , e ) 146 1 / 7 min
Output: e
Input: Problem: a can do a job in 18 days and b can do it in 30 days . a and b working together will finish twice the amount of work in - - - - - - - days ? 
Options: a ) 21 ½ days , b ) 22 ½ days , c ) 23 ½ days , d ) 12 ½ days , e ) none of these
Output: b
Input: Problem: what is the least number of squares tiles required to pave the floor of a room 15 m 17 cm long and 9 m 2 cm broad 
Options: a ) 814 , b ) 256 , c ) 3258 , d ) 896 , e ) 745
Output: a
Input: Problem: a train of 25 carriages , each of 60 meters length , when an engine also of 60 meters length is running at a speed of 60 kmph . in what time will the train cross a bridge 2.5 km long ? 
Options: a ) 4 , b ) 3 , c ) 5 , d ) 7 , e ) 9
Output: a
Input: Problem: a train running at the speed of 60 km / hr crosses a pole in 15 seconds . what is the length of the train ? 
Options: a ) 187 m , b ) 250 m , c ) 876 m , d ) 150 m , e ) 267 m
Output: b